Trend Networks R240-SL-SCSC-A SM SC/APC FM leader fibre SM SC/APC 1pce.
Only 1 piece in stock at third-party supplier
Product details
The R240-SL-SCSC-A SM SC/APC patch cord from Trend Networks is a high-quality solution for measurement technology in the field of fiber optic communication. This single-mode fiber with a diameter of 9/125 µm is equipped with an SC-SC/APC connector, ensuring a reliable connection and optimal signal transmission. With a length of 150 meters, this patch cord provides ample flexibility for various applications and installations. Its compact design allows for easy handling and integration into existing systems. Made in the USA, the R240-SL-SCSC-A meets high quality standards and is ideal for professionals seeking a robust and high-performance solution for their measurement needs. This patch cord is an essential tool for precise analysis and monitoring of fiber optic networks.
Item number | 31321126 |
Manufacturer | Trend Networks |
Category | Metrology |
Manufacturer no. | R240-SL-SCSC-A |
Release date | 23.9.2022 |
Manufacturer Type | R240-SL-SCSC-A |
Country of origin | USA |
CO₂-Emission | |
Climate contribution |
Scope of delivery | 1 leader fibre SM SC, APC |
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Warranty score
How often does a product of this brand in the «Metrology» category have a defect within the first 24 months?
Source: Digitec Galaxus- Trend NetworksNot enough data
- 1.Benson0 %
- 1.Erickhill0 %
- 1.Fluke0 %
- 1.Hirschmann Test & Measurement0 %
Warranty case duration
How many working days on average does it take to process a warranty claim from when it arrives at the service centre until it’s back with the customer?
Source: Digitec Galaxus- Trend NetworksNot enough data
- BaselineNot enough data
- BensonNot enough data
- ErickhillNot enough data
- FlukeNot enough data
Unfortunately, we don't have enough data for this category yet.
Return rate
How often is a product of this brand in the «Metrology» category returned?
Source: Digitec Galaxus- Trend NetworksNot enough data
- 1.Hirschmann Test & Measurement0 %
- 1.Max Hauri0 %
- 1.Stride0 %
- 4.Benson0.4 %